Vaccination control measures of an epidemic model with long-term memristive effect
GM Vijayalakshmi - Journal of Computational and Applied Mathematics, 2023 - Elsevier
COVID-19 is a drastic air-way tract infection that set off a global pandemic recently. Most
infected people with mild and moderate symptoms have recovered with naturally acquired …
infected people with mild and moderate symptoms have recovered with naturally acquired …
Fractional commensurate model on COVID‐19 with microbial co‐infection: An optimal control analysis
GM Vijayalakshmi, P Roselyn Besi… - Optimal Control …, 2024 - Wiley Online Library
Crossover behaviors have always existed in the history of infectious pandemics due to a few
distinct, erratic spread outlines. This research aims to investigate the crossover behavior of …
distinct, erratic spread outlines. This research aims to investigate the crossover behavior of …
Newton's law of cooling with Caputo derivative: Consistent dimensionality to compare with experiments
The dimensional homogeneity of different non-integer order versions of Newton's law of
cooling was studied. The Caputo derivative was considered for the analysis, as well as an …
cooling was studied. The Caputo derivative was considered for the analysis, as well as an …
Microbial coinfections in COVID-19: mathematical analysis using Atangana–Baleanu–Caputo type
GM Vijayalakshmi, PR Besi, A Kalaivani… - … Experiments and Design, 2024 - Springer
The COVID-19 pandemic prolonged to be an aggressive malignant with several
opportunistic microbial coinfections. A deluge in COVID-19-associated microbial …
opportunistic microbial coinfections. A deluge in COVID-19-associated microbial …
Optimization Algorithms for Projectile Motion: Maximizing Range and Determining Optimal Launch Angle
AH Alridha - Journal of Fundamental Mathematics and …, 2023 - ejournal2.undip.ac.id
In this paper, we undertake an in-depth exploration of the optimization of parameters
governing the trajectory of a projectile. Our primary objective is the determination of the …
governing the trajectory of a projectile. Our primary objective is the determination of the …
[PDF][PDF] INVERSE LAPLACE TRANSFORM FOR A NEW CLASS OF FUNCTIONS AND ITS APPLICATION TO TIME-FRACTIONAL DIFFUSION-WAVE EQUATIONS
This paper investigates the inverse Laplace transform of a certain class of functions. This
inverse Laplace transform is obtained in the form of an infinite series of the three--parameter …
inverse Laplace transform is obtained in the form of an infinite series of the three--parameter …
[PDF][PDF] Effect of Slip on Generalized Viscous Nanofluid with Thermal Flux with Effective Fractional Derivative
In this article, the laminar boundary layer flow of a non-compressible viscous fluid with
carbon nanotubes over an infinite vertical plate is taken into account. Our goal is to study the …
carbon nanotubes over an infinite vertical plate is taken into account. Our goal is to study the …
Vaccination control measures of an epidemic model with long-term memristive effect
V GM, RB P - 2023 - dl.acm.org
COVID-19 is a drastic air-way tract infection that set off a global pandemic recently. Most
infected people with mild and moderate symptoms have recovered with naturally acquired …
infected people with mild and moderate symptoms have recovered with naturally acquired …
Three-dimensional projectile motion: analytical solution and numerical treatment of the fractional case
This paper focuses on deriving analytical solutions for three-dimensional projectile motion
and investigating numerical approaches for handling these solutions. We derive the …
and investigating numerical approaches for handling these solutions. We derive the …
[PDF][PDF] Fractional solution of helical motion of a charged particle under the influence of Lorentz force
MM Altarawneh - 2022 - researchgate.net
In this study, a generalized solution for the helical motion of a charged particle in uniform
electric and magnetic fields is obtained using a powerful fractional derivative approach …
electric and magnetic fields is obtained using a powerful fractional derivative approach …